Convex Hull Pricing in Electricity Markets: Formulation, Analysis, and Implementation Challenges

被引:94
作者
Schiro, Dane A. [1 ]
Zheng, Tongxin [1 ]
Zhao, Feng [1 ]
Litvinov, Eugene [1 ]
机构
[1] ISO New England, Holyoke, MA 01040 USA
关键词
Lagrangian dual problem; locational marginal pricing (LMP); nonconvex optimization; pricing algorithm; uplift allocation; POINT SUBDIFFERENTIAL METHOD; ENERGY;
D O I
10.1109/TPWRS.2015.2486380
中图分类号
TM [电工技术]; TN [电子技术、通信技术];
学科分类号
080906 [电磁信息功能材料与结构]; 082806 [农业信息与电气工程];
摘要
Recent widespread interest in Convex Hull Pricing has not been accompanied by an equally broad understanding of the method. This paper seeks to narrow the gap between enthusiasm and comprehension. The connection between Convex Hull Pricing and basic electricity market clearing processes is clearly developed, and a new formulation of the pricing problem is presented. From this formulation, several important consequences of the method are derived and discussed. Some counterintuitive properties of Convex Hull Pricing are highlighted and demonstrated with simple examples. It is hoped that this paper will spur additional research on Convex Hull Pricing so that an informed judgment can be made regarding its costs and benefits.
引用
收藏
页码:4068 / 4075
页数:8
相关论文
共 14 条
[2]
Boyd S., 2009, CONVEX OPTIMIZATION, P240
[3]
Cadwalader Michael., 2010, EXTENDED LMP FINANCI
[4]
LAGRANGE MULTIPLIERS AND NONCONVEX PROGRAMS [J].
FALK, JE .
SIAM JOURNAL ON CONTROL, 1969, 7 (04) :534-&
[5]
Federal Energy Regulatory Commission, 2014, STAFF AN UPL RTO ISO
[6]
Gribik P. R., 2007, Market-clearing electricity prices and encrey uplift
[7]
Midcontinent ISO, 2014, ELMP PAR OP AN MARK
[8]
Midwest ISO, 2009, BAS PRINC CONV HULL, V1
[9]
Midwest ISO, 2010, CONV HULL PRIC EXT L
[10]
Midwest ISO, 2010, EXT LMP ELMP STAK WO